Skip to main content

Vir HAYAGRIVA

Page 1

Param Vir HAYAGRIVA (2005) for large ensemble

Full score

NOVELLO


Commissioned by the Schรถnberg Ensemble First performance on 13 December 2005, Muziekgebouw aan 't IJ, Amsterdam by the Schรถnberg Ensemble conducted by Micha Hamel

for Micha Hamel

Duration: circa 13 minutes


Instrumentation Flute (Piccolo, Alto flute) Oboe (Cor Anglais) Clarinet in Bb (Bass Clarinet) Bassoon Horn in F Trumpet in C Trombone (with ‘C’ extension) Percussion: Tambourine, Tom-toms, Timpani, Bass drum, Xylophone, Chinese wood block, Axatse, Whip,Crotales, Glockenspiel, Almglocken, Tubular bells,Triangle, Steel spring, Large suspended cymbal, Gong, Tam-tam (high & medium)

Harp Piano (Celesta) 2 Violins Viola Violoncello Double Bass The score is written in C with the usual octave transpositions: 1) Glockenspiel and Crotales sound two octaves higher than written 2) Piccolo, Xylophone and Celesta sound one octave higher than written 3) Double Bass sounds one octave lower than written, except for natural harmonics in the treble clef which sound as written (suoni reali)

Notation quarter sharp quarter flat three-quarters sharp three-quarters flat highest note possible molto vibrato in string instruments in the piano part these are notes that are to be plucked with the finger Performance notes Superball: (a) When this is indicated in the Timpani part, a hard (solid) rubber ball should be dragged across the surface of the drum-head, to produce a smooth glissando in association with the movement of the pedal. (The rubber ball is attached to a springy wire.) (b) When this is indicated in the Tam-tam part, the superball should be dragged freely across the surface of the Tam-tam. It is expected that the sound produced will be variable and uneven in contour, timbral quality and intensity. Strings: (a) Notes in brackets mark the speed of very slow glissandi in the strings over several bars. Their pitch is transient, and should not be given any extra emphasis during the performance of continuous glissandi. (b) In the passages from Bar 144, where there are extensive string glissandi over rather short intervals, the bow should exert continuous pressure on the string during each glissando, so that they have full tonal weight, imitating the Indian style of playing. All tremolos are unmeasured. Grace notes are performed before the beat, as a rule. Unless otherwise indicated, trills are always with the upper semitone. TIHAI: This is a rhythmic cadential feature drawn from Indian classical music, and consists of a pattern that is repeated three times to signal the end of a section.


HAYAGRIVA for large ensemble Hayagriva is a horse-headed being known in Indian and Tibetan sacred literature and art as an incarnation of Vishnu, associated with knowledge and wisdom. He is married to another male deity Gratu, who represents inspiration and the power of intelligence. My work draws on this image of Hayagriva and continues an exploration of beings both human and non-human associated with the inner life and self-transformation. At about the time that I began to conceive this work, I encountered the bronze ‘Standing Horse’ by Beth Carter at an art fair. It was a striking sculpture of a man with a horse’s head, and formed part of her own series of investigations of human and animal forms. My composition of the work thus drew very direct inspiration from the presence of this vibrant image in my workspace. Though Hayagriva, as a mythological archetype, is associated with many stories and fantastical episodes, I have kept my work free of narrative and, as I did in an earlier work, internalised the drama around his magical qualities, in three distinct panels of the work. After the initial flurry of notes capped by a Tihai (rhythmic cadence appearing three times), the music settles into its first main panel, underpinned by 19 cycles of 17 beats each, organised like a chaconne with alternating harmonic fields. Images unfold at great speed and with brilliance around rhythmic re-iterations of a rhetorical gesture that mark the chaconne aurally. The piano and brass instruments are primary forces here with brilliant virtuoso passages and cadenzas, whilst the strings play almost continuously. This is very much the ‘horse-panel’, fired by the earth-colours of red and crimson, and drew some of its rhythmic energy from the following verse in the Book of Job (39:19):

Hast thou given the horse strength? hast thou clothed his neck with thunder? Canst thou make him afraid as a grasshopper? The glory of his nostrils is terrible. He paweth in the valley, and rejoiceth in his strength: he goeth on to meet the armed men. He mocketh at fear, and is not affrighted; neither turneth he back from the sword. The quiver rattleth against him, the glittering spear and the shield. He swalloweth the ground with fierceness and rage: neither believeth he that it is the sound of the trumpet. He saith among the trumpets, Ha, ha; and he smelleth the battle afar off, the thunder of the captains, and the shouting.

The horse panel leads to a bridging section, ‘green-gold’ in focus, associated with compassion. The chief musical elements are a duet for harp and celesta, laced with percussion. This slows down the tempo to the final panel of the work, ‘blue’, which is a single sonic space organised around a structural polyrhythm and a harmonic field based on fourths. The polyrhythmic background is symbolic of the deity Hayagriva’s association in traditional imagery with the eternity of space, and its spiral-like quality is represented by an exact golden section in the main rhythmic division of the panel. The musical objects here are sparser, fragmented, subdued, and defocused through the use of glissandi and quarter-tones; they help to undermine the identity and solidity that have characterised the first panel of the work. Through this non-narrative space is traced a melodic line in the cor anglais, canonically embellished by the viola. This leads to an epiphanic passage in other wind instruments, followed by the strings, which draw the work to its conclusion. The work has a small tailpiece: a striking 12-note figure quoted from Parade, a very early unpublished work by Sir Peter Maxwell Davies, which I have freely re-iterated for a few bars. This codetta seemed apt as my work had its beginnings in his composition studio in Sanday, Orkney, in June 2005, when I was on a visit. Max’s work highlighted the same three primary colours in different movements (Red, Green, Blue) that I have focused in my work. Hayagriva was commissioned by the Schönberg Ensemble.

PV 23 March 2006 London


for Micha Hamel

HAYAGRIVA PARAM VIR 2005

q = 96c.

Flute

           

Oboe

Clarinet in Bb

Bassoon

Horn in F

Trombone

Percussion

Harp

 

           

p

6

6

Viola

Violoncello

      6

3

6

6

6

5

5



  

con sord.

pp

5

6





pp

 

mp senza sord.

  

 

(Harp harmonics sound an octave higher than written)

  

6

p

     

     

    

6

 

  pizz.

p

  

3

3

          

3

6

p



3

       6

3

3

       6

6

    

   

                  6

3

3

p



mp

6

 

 3





3

p

mp

  3

3

         5

p

   mp

               6

6

p

                                    6 3

  

  dolce

© 2006 Novello & Company Limited

pp



p

5

p



p

mp

3

      

   

 

6

mp

con sord.

 

     

5

5

 

5

6

p

E#

               

         

 

    

Eb F# G# A B C D#

3

5

mp



3

         

        

 

    



6

            

      

6

p

Double Bass

3

6

             

p

Violin 2

        

         

q = 96c.

Violin 1

6

 

  Piano

3

p

  

          

6

3

 

  

Trumpet in C

6

p

        

5

  



    6

   3

     Rev. 26/8/08


2

Fl.

3          6

 

Ob.

Cl.

Bsn.

Hn.

 



5

 

 

5

 

 

pp

 Hp.



Pno.

Vln. 1

Vln. 2

Vla.

Vc.

      

       

3

    

3

mf

p

3

p



mp



gliss.

mf

D#



   

5

  

pp

  mp 

p

5

mf

pizz.



sf

            6 p

3

sul pont.

 

mf

3

 

 3

 3

 mf

 mp      

 3

3



 



 

p



p



3

6

3

5





3

          

      

3

6



3

          sul tasto

   

         

6

p sub. 6

p

              6

mp

p

mf

mf

Bb

3

arco

  

    

  

5

3

 

6

mp



p



          

           

      

pp

  

p

Db.

 

 

(thumb)

p

      

 

6

p

mp

 

3

          

D§

 

          

mp

6

6

mp

     

3

   

3

6

5

p

con sord.

  

mp

 

 

6

mp

pp



               

 

TAMBOURINE

Perc.

5

pp

pp

Tbn.

  

6

 

p sub.

mp

6

6

5

mp

3

            

                  

         6

6

6

6

6

6

           

  

Tpt.

                  

ord.

6

   3

   p


Fl.

         

5          6

5

3

              

Ob.

3

5

Hn.

6

Perc.

pp

      

   

p

mf

Vc.

    6

  mp

Db.

p

 

mp

5



  

  

p

3

   5

  

   

6

3

6

  

           

5

mp

      6

5

    

  6

6

p

                            6

6

sul pont.                  5

3

 

mp



6

5

3

  p







3

mf

5

5                      5

p





mf

mp

3

p

  

ord.



mp

mf

      

5

p



mp

6

         

5

3

3

6

pp

         



3

       

       



6

sul pont.            

mp

  arco            6

  

6

mp

7

mp

  

3

6

p E§



 

pp

               

5

Vla.

5

mp

p

Vln. 2

pp

p

G§

6

6

5

5

 

          

   

Vln. 1

5

mp

6

Pno.

  



            Hp.

6

6

    

mp

  

6

         

    

6

      

  

Tpt.

Tbn.

6

5

p Bsn.

3

6

p

5

6

               5

Cl.

                                

                 

6

6

3

3




4

Fl.

  7             6

mf

3

f

       

Cl.

Bsn.

Hn.

Perc.

  

mf

       3

    3

p

mf

3

p

f

 3

       f

5

              mf

f

 3

  

6

                                   6

mf

f

3

                p

mf

f

          5

p

 

mf

    5

p

f

3

3

5

p

mf

mp

    

mf

  

 

 

3

5



      

               mf

6

mf

5

p

 

  

D§

            

p

  

3

    

6

Db.

mf

5     3             

 

3

3

  5                          3 3

  

p

Vc.

3

  

  

3

mf

6

Vla.

  

 

mf

TOM-TOMS

 

3

  

 

mf

  

3

  

p

  

 

f

p

 

Vln. 2

f

Hp.

Vln. 1

6

f

3

p

 

Pno.

6

mf

6     5                               6 mf f f p mf     6                            3                   3 6 6 3 5 f mf mf f p            5                     3            6   6 6

Tpt.

Tbn.

6

p

 



3

3

Ob.

                                    6

6

 

 

    

 

      3     

 

f

6

f

     

 9

   

  



6

 6      3           6

 

f

6 3                                  mf p f 6

6

5

6 6                              f  mf p          5

3

p

mf

 

 

5



 

     3   5

 


         sfz 9

Fl.

Ob.

Lento q = 58c.

      

       

   

p

Bsn.

Hn.

Tpt.

Tbn.

       sfz     sfz

B.D.

Perc.

Hp.

Pno.

         sfz    

         sfz         Lento q = 58c.

Vln. 1

          sfz

Vln. 2

3

 

3

  

                      6

    3

3

  



 

 

 

 

 

 

 

 

CROTALES bowed

    

l.v.

p

  

Eb F G A B C# D

p



pp

 

 

 



3

 

 

   



3

  

 

3

Gb

3

 

   

  

p

  

p



  

pp

 

 



   

       

 

 

    

  



G§

 

  table     

 

5

3

mp

       

5

 

  

   5 5

senza vib.

pp

mp

 

     



3

   

sfp

 

 

  senza vib.   

 

ord.

     

sfp

 

 

senza vib.



 

    

sfp

Db.

 

senza vib.

Vc.

   

senza vib.     sfp

Vla.

7

 

ord.

sfz

       sfz          sfz          sfz 

                 7 

sfz

Cl.

5

fltr.

 

gliss.

 

gliss.

 

gliss.

 

gliss.

gliss.

 

 


6

1

Brillante q = 96c. ancora

   

              12

Fl.

Ob.

5

6

f

  

  

5

f

Cl.

  

Bsn.

Hn.

  

mf



 

 

p

    

mf

f





p

  

3

ff

f

mf



F#

   

f

Vln. 1

    f

Vla.

   f

Vc.

Db.

 



f

    f

 

 

 

  

    



3

f

  



f

3



ad. lib.

 

3

    6

6

  

  

3

    mf

    

           6

6

f

               6

                  6 3

6

mf

    mf

3

sul D

 

      

suoni reali

mf

f



5

      f



3

sul tasto

3

sul tasto

3

f

mf

7

7

    

  

f

mf

6

mf

6                f mf mf 6                  

 

 3

 

  

 6              

sul tasto

f

5

 

   

6

6

 

   3    

6

f

         

3

  

 



f

 

3



5

6 3

mf

3





  

3

      

mf

E#

               3

 

f



mf

f

 



     

3

mf

1 Brillante q = 96c. ancora 3        f

Vln. 2



3

 

G#

3

f





 

            Pno.

3

 

 

 

5

     5

 

 

p



ord.

    

 



3

mp

TUBL. BELLS sempre l.v.

Hp.

 



3

f

mf

6

mf

mf

  

mp

     

3

5

con sord.

Perc.



6

5

mp

5

      

             

           

5

3

f

Tbn.

5

mf

   

6

6

f

    

f

          

3

mf

(con sord.)

Tpt.





f

5

mf

               

f

 3

6

6

mf

6

6

         mf   

  

3



  

mp

 

mp


 

3

Ob.

Cl.

Bsn.

Hn.

 3

mf

         mf



3

 

 

Vla.

mp



  



 3

       5

   

 

mf

f



    6

3

3

 

mp

 

 









              6 

  

6

ff

6

                     6

mf

      f

6

ff

mf

ff

6

                   6 

5

 

sul G

f



       6

mf C§

   

f sul pont.

  3

mf

mp

 

 

       5

mp

       

mp

3

 

 

3

 

sul. D

f





  

3

    6

     f

 

3

mf

 

f

mf

  

3

          

f

5

3

ff

6



 

   

           3



7

 

6

6                    6 6

mf

3

mf

ff

      

3

3



 

  

mf



 

7



ff

       

 

    





  

f



 

   

ff

5

6

3

 

mf

mp

mf



   

  

  

ff

f

  

5

f

  

 



  

mp

5

5

  

5

               ff

5

3

        



   



 

 

  

5

Db.

 



3

3

Vc.

 

7

      

mf

5

mp

6

 

mf





 

mf

   

3



Pno.

Vln. 2

5

Vln. 1

       

5

3



Hp.

3

6

ff

 

3

   

 



  



            

5

6

(Tubl. Bells) Perc.

5

       

   

6

sf

    3

Tpt.

Tbn.

   

gl iss .

Fl.

14      

              

 

6

5



  3

mf




8

          

 

16

Fl.

5

Ob.

Cl.

Bsn.

Hn.

 

 3

 

f

 

5

 



Tbn.

Perc.

 

3

 

 3





 



        

         3

mp

           6

3

3

 3

     3



   

    

 

   



ff

  



3

f

3

   

 

3





3

         f

  

6

mp



 

           mp

6

6

        

 

     

mp

 



f



sul. G



         D#

3

       

3

       pizz.

3

mf

pizz.

    3

 

  

 



pizz.

3

3

3

mf

3



3

3

mf

  

3

3

3

           





3

 3

 3

3

   

 3  

3

f

 

3

  

 3

 

   

ff

       ff

       

ff

        ff

loco

 

3

mf

Fb

6

 

3

f

 

 

 

3

ff

pizz.

3



A#

3

ff

ff

G§



3       

3

  

3

ff

mf

f

6

 

Db.





to Xylophone

 

Pno.

Vc.

    

    



 

Vla.

   

pp

 

Vln. 2

 

3

 

   



f

Hp.

Vln. 1

  





  

   

 

mp

     3

mp

3

  

 

     mp

3

f



 

 

3

mf

 

3

f

  

Tpt.

 

3

 

mp



 

         ff

arco

  3

mf arco

3

  mf arco

3

 

mf

arco

 

3

mf arco

3

  mf


Fl.

 18   

sfz

Ob.

  

   

sfz

Cl.

Hn.

Tpt.

Tbn.

Perc.

  

 

sfz

 

 

3

 

3

   

           

 

                3

6

f

6

6

         6

             6

  

  

 

7

 

 

ff

            6

ff

6

3

ff

3

             6

6

f

   

f

mf

3

       

5

ff

5

ff

 

5

ff

f

 



 

 

6

6

6

5

   

         6

6

6

       6

       6

  

  

7:6

3

     f

 3

  

ff

ff

f

5

3

5

5

 

 3

3

 5



5

   f

 

5



       f

   ff

+ L.H.

   

5

  

 

      

ff

ff



7:6

5

       

ff

ff

6

     

           

ff

                

3

mf

fff

6

                 

f

Db.

 

  

3

f

f

f

6                 

             6

Vc.

    

f

XYLOPHONE

f

Vla.

      

mf

 

f

ff

    

 

(c.s.)

ff

5

      

 

sf   

         

                   

Vln. 2

mf

               

Hp.

Vln. 1

 

Pno.

f

         

f

sfz

Bsn.

 

9

5

 

f

5




10

   20

Fl.



 mf

          

mf

      

Tpt.

Tbn.

 

 

ff

f



Perc.



 

3

 

     3

mf

 

 3



 

Vln. 1



ff

f



 



 

3

   mf

   3

mf

 



3

 

   3



   

   

 

  

3

  

3

 

 

 

  5

5

f

ff

5

mf

                

3

f

   

3

ff

  

3

ff

5

3

3

5

     

3

mf

5

ff 3

3

5

  

ff

3

   



mf

     mf



mf

    mf



mf

      mf

f

mf

 

 



mf

   f



3

mf

   



mf

  

f

3

 

f

3

 



 

f

  

ff

  

  mf

      

3

       

3

    

ff

f

   

ff

5

3

3

ff

 

  

                     3 5 3 f ff f   6                           3 3 

      3

3

    mf

 

 

    

     

  

3



5

ff

           

  mf

f

    



f

3

 

 

 f

3

mf

 

    



3

      

ff

Db.





 f

 

ff

Vc.

ff



  

Vla.





       sfz     

Vln. 2





mf



Hp.

Pno.

 

 f

3

mf



ff

        

Cl.

Hn.

3



Ob.

Bsn.

     

     

  f

 

 3

 3

 3

    5

mf

     5

mf

     5

mf

 

3



5

      mf

 

 3

    mf


Fl.

         

 2 22            7

ff

          



Bsn.

Hn.

Tpt.

ff

           6

    

Perc.

 

3

E F G Ab Bb C# D

senza sord.

f

5

  

5

  

   

 

5

 



5

          6

Db.

3

3

  

3

3

3

5

3

3





3

5



    

5

  

5

5

   f

          5

   

    3

3

3

3

sf

 

     3    3  sf

 

sf

5

sf

 

5

  

  

        

5

  

5

f

3

 

5

3

sf



5

5

 

 

3

       3

f

3

3

     

f

 

 

 

sf

         f sf

sf

 

       

    3    3  f

sf

sf

sf

 

sf

        

3

 

 

f

 

 

         3

 

             5

5

f

3

 

f

      3

          3

f

       5

5

  

f

   

  

f

5

3

f

5

    

3

3

  

5  

f

5

f

sf

loco

f

3

f

5

    

5

3

f

 

  

3

 

sf

5

        

sf

      

      

f

 

3

f

5

     

5

  



f

  

3

  

     

5

  

sf

   

3

5

f

f

  

sf

3

f

5  

f

5

sf 3

  

f

 

3

f

         

sf

5

 

sf

    

          

ff

5

           

3

f



  

5

       

f

         

          

sf

f

  

5

3

ff 7

     

5

ff

sul G suoni reali

f



            

3

f

3

sf

      

f

f

 2            

 

3

3

f

 ord.       5

fff

sf

f

5  

f

5

ff

Vc.

f

TOM-TOMS

         6

 

ff bisbig.

7

Vla.

f

 

7

Vln. 2

mp

Vln. 1

      

p

   

3

11

            3

 

 

Pno.



3

sf

fltr.

  

Hp.

3

f

3

       

sf

            3

ff

senza sord.

Tbn.

3

f

             7

        

3

ff

Cl.

sf

f

7

Ob.

3

3

        

3

sf 3


12

                  

TIHAI

   

25

Fl.

6

Ob.

6

Hn.

Tpt.

Tbn.

Perc.

  

   

3

B.D.

6

  

      

3

3

6

          3

        3

6

3

    sfz

 

f

        5

 mf

 

 

3

  

3



3

 

6

 

  

3

ff

  

f

  sfz

 

  

6

ff

         3

  

6

6

ff



6

ff

           

5

6

ff

 

6

3

       

 

   

ff

               6

  mf

6

f

 

    

 

 

 

 

 

3

ff

         3 



        

       3

ff

sffz



            

 

      3

 

ff

      3    

 

 3                       6 6 6

 

                        

6 6               3                        

 

               

 



    

      

fff

 

fff

6

 3

 

3

6

6

fff

6

fff

3

5             

5

             

     3

          5  sffz                 5 

          

 

6

Db.

 

6

3

 

6

f

Vc.

       

             6

   

 

3

6

 

   

             

ff

  

           

3

f

Vla.

6

ff

  

Vln. 2

6



 

                      

 

Vln. 1

6

ff

f

Pno.

3

    

   

ff

       

3

3

 

3

  

       

ff

         

3

  Hp.

3

3

6

6

ff

       

                 6

Bsn.

3

                6

Cl.

3

6

   

fff

6

3   3        

fff

 

 

sffz

6

                       5 6

3

 

3

6

6

 

3

6

6

 

sffz

3

6

6

3

       3

        6

3

 

 


   



  

rit.

28

Fl.

Ob.

  

Cl.

Bsn.

Hn.

  

            

      (B.D.)

Perc.

Hp.

 

Db.



  

   

   





   3

  

5

       6

 

               5

      





f

 

f

 

    f    

3

          



    

 

            

 







 

ff

3

ff

6

6

           6

6

ff

3

  f

6

      

 

 



ff

f

     



 





 

  

 



 

 

 

 

 

     

3

6

ff

    

3

    

6

3               

6

6   3        

                 5                         5          6

             6

6

           6

6

fff

 

6

                      5 6

3

 

   mf

    

fff

  sffz



 

3                6

   

 

                   

  

A tempo



 

fff

5



 

       

        

5

f

3

3

ff

    sfz

  

6

ff

molto allargando

6

ff

fff

f



 

6

sffz

rit.

    

        

 

         

3

3

 

       

 

              

              

3



       

3

  

        

            

 

6

Vc.



mf

6

Vla.

6

Vln. 2

 

  

f

5

Vln. 1



 

     Pno.

 

 5

Tbn.

  

 

5

Tpt.

 

13

           

A tempo

  

 

molto allargando



 



 

   



 

 

  

  

  

 

      f

  

  

 

 

  f

f

  f

 



   


14

3

   31

Fl.

Ob.

Meno mosso q = 76c. [Taal I]

     

sffz

              

       

fff

sffz

Cl.

   

fff

 

Bsn.

Hn.

  

sffz

    

sffz

Tpt.

fff

       

 

 

Tbn.

(B.D.)

Perc.

 

 

Pno.

           sffz!         

3 Vln. 1

Vln. 2

Vla.

    

 

        

ff

 

 

CHINESE WD. BLK.

 

 

ppppp

 

 

 

 

fff

        sfzpp        sffz

 

 

 

 

Db.

      sffz       sffz

   

      

mf

mf

     

7

         

fff

 

          7

  



ff

  



ff

 



    5

          

  

   

ff

7

 

  

f

suoni reali             

sul G

f

f

ff

mf

  

ff sub.

       

 

mf

7

          



ff

ff

      

fff

mf

ff

fff

 

ff

XYLOPHONE

Meno mosso q = 76c. [Taal I]

        

  

7

mf

ff

7

          

ff

sffz

Vc.

ff

      

ff

sfz

Hp.

        

7

sffz

   

fff

sffz

        

6

mf

       

7

     

ff

     

7

       

sffz

        

7

       

      

   f

loco

3

  

f


  34

Fl.

Hn.

 

   

Perc.

 

f

 f

ff

5

 

ff

  

  

 Pno.

                 

Vln. 2

mp

                     sub. sul tasto

mp

Vla.

sub.sul tasto                 

Vc.

mp

                       sub. sul tasto

mp

Db.

sul tasto sub.                     mp

               

     



  

 

  

  

 

 





sf

sf

 

   sf

sf

   sf  

 

sf

 

sf

f

sf

 

      



 

 

ff

 

       

  3



                

 

       ff

arco, ord.

 

       ff  pizz.        

  

pizz.

ff

pizz.

pizz.

ff pizz.

       ff

         

          sf

6

ff

 

   

sub. sul tasto

Vln. 1

 

7

  

 

15

7

  

 

  

7

  

Hp.



5

f

  

              

 (Xylo.)

          



 

         

   

 

 

5

         

ff

Tbn.

 

  

ff

f

      ff ff

 

Tpt.

 



ff

Cl.

Bsn.

Ob.

    

           

arco, ord.

sf

              5

  

5

  

f

arco, ord.

  

    

  

 

  

 3

 

  

arco, ord.

f

    

      

    ff

     

ff

arco, ord.

f

     mf

ff

f

 

    

3

         

   

  

f



    

       3

   ff      

ff


16

Fl.

36   

f

Ob.

Cl.

Bsn.

Hn.

f

 f

 

 

Tpt.



f

Perc.

   

Hp.

        3

5

        3

5

        5

      

 

  

 

  

5 5

5

 

Vln. 2

  

 

f

Vc.

Db.

f

 

 

 

 

 

6

   

 

     

 

     

 

    

 

3

 

3 3

   

         3

 

      



3

 

f

 

 

   

f



   

     

              3

5

ff

ff

  

ff

7

 

     7

7

f

7

  7

f



7

f

     

                  f

7

f

3

 3

f

f

7

  

     

3

ff

ff

f

 





3

 

      

                 

 5

 

 

 

mf    

   

3

  

 

pizz.

3

mf



pizz.



gliss.



3

f

 

 

pizz.

 

     3

f



    



pizz.

3

 

   

f

mf

  

pizz.

mf

3

 

   3  

f

  

  

  



 3

 

   

3

3



 

  

      

5

5

 



7

7

 



f

6

    

mp

         3 III

             

ff

5

  

     

                   

        

                 

5

              7



 

con sord.

5

f

 

F§ Ab B§

5

 

 

3

f Vla.

  

f

 

  3     

         

 

 

fmp

3 5

f

 

       

 

 

5

f

Pno.

5

(Xylo.)

 

 

5



A§ f

 

3

f

  f

 

3

        

    

Vln. 1

5

 

f Tbn.

       

3

  

f

3

    3



   


Fl.

 38                              

Ob.

Cl.

Bsn.

Hn.

                                    

mp

(c.s.)       

Tpt.

f

 

mf

Tbn.

Perc.

   

 (Xylo.)   

   

   

Vln. 1

mp

Vla.

Vc.

Db.

  



     

     jeté

f

    

      

 

f

  

sf

 

 

sf

 sf

  

mp





              3

 



     3

 

3

 

  

3

 f

3

 

                      

sf

mp

     

   

      7



f

ff

3



  

mp

3

        

       

                

          3

          3

   



f

arco

 

5



3

5

  

 

 

   

 

 

 

        

    

     

  

3

   

pizz.



 

 

  

pizz.

pizz.

pizz.

    

 

 

 

sfz f

      

pizz.



sfz f

     

       5                

3

  

   

5

      5

 

mp

3            

 

gliss.



       3

          

5

sf

5

3

3

5

5

  

 

mp

mf

 

3



 

sf

mf

  

  

     

       

    



 

3



                     

mp

          

 5

arco jeté

Vln. 2

7

    

  

   

arco

 

  Bb sf     

Db

   Pno.

gliss.

mf

 

   Hp.

   

              

17

 


18

4    to Piccolo   41

Picc.

 

Ob.

 

Cl.

Bsn.

Hn.

       

Tpt.

 

Perc.

 

Hp.

 



  

Vln. 1

Vln. 2

 

 5

 

 

5

 f





5





mf



mp



5

 









 

5

f





f





 









5

 

mp

 

 f

 

Ab

arco

ff arco

 

          ff

Db.

 

3

mf

    

  

 

5

ff arco

Vc.





ff arco

Vla.

5

ff

    ff

 



arco

ff

5

 

 

 

 

3 5





f



 

3

 

 

 

 

 











   

 

 



f

5

   

 

p

5

ff

4

5

     Pno.



  

 

 p



f Tbn.

 5

ff

  ff



ff



5











F§ B§





   

3

  

3

  

 

 

5

 

5

 

 

 

 

 

5



 5

5

3

 



sul pont.

3

 

 

 

 

5

 

 

 

 

 

 

 

 

 

 

 

5





 5

 

 

mf

 







5

5 3

3

 



mf

5

 

 

5

3

  

mf



   



 

 

 

 

mf

mf



mf

sul pont.

 5


Picc.

  42             mf

ff

mf

ff

mf

Bsn.

Hn.

 

Perc.

  

    



    





fmp

fmp

fmp

fmp



 

  





mp

f

f

 

 



5

5

   

5



 

ff

 

 

ff

   

ff

f

f

      

mf

mf

   

ff

f

 



9

mf

  



mf

     

   

       

 

f

f

 

  

f

5



         

 

 

  

     

3

  

p

  

 

    

 

    

  

3

 

3

mp



3

mp

mp

   

p



    

mp

  

5

mp



   

  

5

   

 

f

 

  

5

   

 



 

 

mp

 

       

 

 

  

 

 

 

  

mp



  

 



mp

Db.



 7

mp

Vc.



    

Vla.

 

      

mf

  

Vln. 2

mp

Vln. 1

  



detaché/secco

ff

 

Pno.

 

5

mf

Hp.

       

ff

ff

  

mf

mp

   

 

 

       

   

19

    

mf

ff

    

Tpt.

Tbn.

           

Cl.

mf

        

 

Ob.

  



mp

 


20

   44

Picc.

Hn.

mp



f

 

  

3

mp

3

 

Tbn.

Perc.

   

3

mp

mf

3

 



              

3



 

mf

f



  



 

mp

  



      

f

 

5

      

 

f

   

3





 





   

f

 

 

  f

 

  

 

 



   

 

f

  



 



f

  mp

 

f

f

f

Db.

 

  

Vc.

 

Vla.

            

 

Vln. 2

 

 

f

Hp.

Vln. 1

f

(c.s.)

mp

Pno.

 

mp

5

 (Xylo.)  





 

f



        

3

mp

Tpt.



     



  

f

3





 

     

mp

 

Cl.

Bsn.

 

Ob.

     





mp



 



 

  

mp

f 3

   

3

 



mp

 

 



3

  mf

 







 

 



    

 

mf

 

f

f

 

sf

 5

  5

 



 f



 



 

 

   

 

  

 

5

  5

 

  

3

5

5

  

6

mf





 

6

f

3



   

sul pont.

 


   46

Picc.

 

f

Ob.

Cl.

Bsn.

  

  



3



f

                      

 

 

 



5



5



5

3

5

5

  

 3   

 

  

 3   

 

5

5



         

  

 

   

 

 



  







  

 

                5

ord.         ff

 

5

5



    

5

  

 3

5

5

ff

 

   5

               

 

3

  

3

 

mf



 

mf

 

3

 

mf

3

3

quasi legato, on the string

 

 





 

 

 

 



 

 

quasi legato, on the string

mp quasi legato, on the string

mp

mf

mp

6

mp

  

mf

mf

                  3  3    6    3

9

5

              

         

 

3



ff

     

                            3

(loco)

5

       ff 5

 

 

     

ff

ff

Db.

 

ord.

Vc.

        

        

Vla.

f

 

 

Pno.

Vln. 2

f

 

f

 

Vln. 1

mp

mp

5

 

 



 

5

f

  

 

5

       



 

5

        

5              

f

f

f

Hp.

f

f

f

mp

 (Xylo.)     

f

f

                      mp

f

Perc.

f

         

f

Tbn.



3

f

Tpt.

 

            

mp



 f

        



3

ff

Hn.

 



21

quasi legato, on the string

mp quasi legato, on the string



mp

 

 


22

   48

Picc.

Ob.

Cl.

Bsn.

Hn.

     

Tbn.

  

mp



          sf  

mp

mf

 



 (Xylo.)   







 



  



Pno.

Vln. 1

Vln. 2

Vla.

Vc.

Db.

 

3





             

p

mf

   

      

5

5

3



        

 5

f

 

 5



 

mf

     f





   

 

mf

f

5

5

  

mf

    mf

5

   

  5   

mf

mf

5

 

f

 

 

  f

  

f

 

f

f

 



 



  f

f

f



 f



   

   

5

  

  



6

 



mp

 



5

   

    

3

 

5

     

 



  

6

       

6

  



5

mf

 

    

 



 

f

mp

Hp.

 

 

5

  

f



 

mf

f

   

 

f

3

  mf

    

 



 

   

 3

mp 5







 



f

 

sf

      

Perc.

          mp  

   

Tpt.



           

    

 



 3

 3



   

3

 3

  3

 


Picc.

 50                        

Ob.

Cl.

Bsn.

Hn.

 

   



  

 3

f



                        

 

 

ff

 



 5

3

ff



  

3

 



   

 

          



     

3

solo             3 5

mp

f

sfmp

5

5

5

3

f

mp

3

ff

 

 



mp

mp

  mp

  

       f

      f



     f



      ff

f

 

 

3

   

 

mp

        

ff



 

7

7

mf

5           

to Glockenspiel

      



(c.s.)

 

  

mp

Db.

3

5

to Flute

  

Vc.

5

                             

3

Vla.

mp

mp

f

          

Vln. 2

3

               

  

Hp.

Vln. 1

6

mp

ff

mf

Pno.

5

6

ff

   

3

ff

 

 

5

6

5 6 3                                 mp

 

3

3

3

(Xylo.)

Perc.

5

mp

5

                5

sf

                  ff

            

sf

  

7



  

Tpt.

Tbn.

sf

23

5

   f

3

       

5 5

                  3

5

     

  

5

  

  

3

 

f

  

 

5

                           

     

               

 3        5

mf

5

3

3

     

   

                        

   

    

      3 5 6                5

  

   

5

ff

5

ff

6

6

5

5

3

3

5

mp

ff

mp

   

    

ff

mp

    

   5 6                      5 3  

mp

                  ff

6

5

3

     mp

   3



mp

3


24

 

 

 

Ob.

 

 

Cl.

 

 

 

 

53

Fl.

Bsn.

Hn.

  

Tpt.

 



 

 

 

Perc.

mf

 

Pno.

Vln. 1

   mf

   

to Celesta

           

6

  

f mp sub.

3             

          f mp sub.

       

Vc.

Db.

  



 7

CELESTA

   

f mp sub.



  

3

  3

 

  

5

     7

 

         6

  

p

    7

Bb C§

3

    

  

  

f

  

  

3

 

 

    

 

 

5

5

5

  3    

          

      

    

3

3    3

 

 

5



 

      

5

 

3

    

 f

 

p



 

f



 

 

3

    

 

 

  

 



 

 

  

 



 

 

 

f mp sub.

   

 

mf

 

p

f mp sub.

Vla.



 

3

Vln. 2

 

   

 

       

GLOCKENSPIEL

 

 

mp

Hp.

 

6

   

 

     7

Tbn.

3 

p

p

p

 


25

  

 

 

Ob.

 

 

 

Cl.

 

 

 

 

 

 

55

Fl.

Bsn.

Hn.

        

Tpt.

Tbn.

   

3

Hp.

Cel.

Vln. 1

Vln. 2

Vla.

Vc.

Db.

 

5

   

 

 

  3

  

  

  

 



    3

      3

  

5 5

   

         

p

  p





f

7

 

 

 

      

 

 

 

B§  

to Piano

 

       3        

 3

3

5

  

   

       3 

f

 

     

      

   

7

f

f

 

p

f

    

to Xylo.



f

 



     

 

 

                 3 3

     

  3      mf

  

  

3

 l.v.

ff

            

C#

3   

pp

7

3

         3    

  



   

3

  

   

 

 

   

     

7

(Glock.)

Perc.

    f

5

3

5

      5

3

                   3

  

 

7

7

                  7

3

7

3

 

               

3

 

 3

 

3

7

7

               3

7

3

7

7

              7


26

    58

Fl.

  

Ob.

  

Cl.



 

3



mf





3

mf 3



   mf

     

3

Bsn.



 





    

 

 

Hn.

Tpt.

Tbn.

Perc.

5

        

      

 

  sf

  

Vln. 1

Vln. 2

Vla.

Vc.

Db.

   3    3      

3          



3

f



p

   

p



  

mp

        sfz  3      sfz

3



mp

 

    

mp

mp

p

 

 

 

 

pizz.

 pizz.



   



mf



pizz.

 

mf pizz.

 mf

pizz.

 mf

D§



 



3



5

mf

3

       

    

3

p

5

  

       

p

        sfz



   

 

            

3

6

 





f

Eb F Gb Ab B C Db

mf

  

 

 

p

3      sfz

  

Pno.

f

   

 

  

 XYLOPHONE             

        

 

f

mf

Hp.



f

    sf  



sf

mf

   

sf



   

   

   



 

  

   

 



    

    mf



 

 

 

    



f

 

 

f





f



f



  

 

   3

 sfz

3

    sfz

 

 3



 

    

mf



 mf



 

mf

sfz



mf

sfz

 

 3     3

mp

  

       



f

  

sf

f



E§ Bb

sfz

3

   

  

  

f



   

   

 

sfz



mf

mf


Fl.

60     

f

Ob.

Cl.

     

   

   

Tbn.

mp

mp



Pno.

 

Vln. 2

 

Vla.

 

Vc.

Db.

 

5

      

     

       

         



 

f



 

  6

      

sfz

mf

 

sfz

6

     

  



  

arco

    mf

  



 

3

6 6

   

  arco mf

3

pp

mf

mp

pp

    

      

 

    

   

solo  ,       

       

,

      

   ff

           

     

     



       ff

3

3

f

f

3

      f

3                     

ff

     ff

f

      3



    

6           

    

 

f

     

f

 



3

Eb ff

3

 

pp

 

f

 

ff

ff

        mf

3

   

ff

arco

sfz

 

6

arco

sfz

sfz

 

  

 

 

    

mf

   

        

arco

 

  

           

ff

Db

3

   



f

ff



3

f

      3

sfz

    

   

 3

ff

  

G§

   



3

ff



f

3

f

ff

  

mp

 (Xylo.)   

 

5

mf

 

Vln. 1

      

   

mf

5



mf

     

5

   

mf

3

mp

    

Hp.

 

    

 

Perc.

3

3

     

ff

 

27

     

mp

       

 mf

mp

mp

  

f

3

ff

mf

  

      

Tpt.

3

mp

6         

     f mp

f

Hn.

mp

  

   

f

Bsn.

      

f

  



   mf

  mf

 

mf

 

mf

 

mf


28

  62

Fl.

Ob.

Cl.

Bsn.

Hn.

sf

      

sf

       

sf

     

sf

  

Tpt.

Tbn.

      

Perc.

Hp.

sfz

5

    

sfzmf

sfz



      



       

3

   

3        

 quasi legato    

     

5

5

5



   

 

5

5

       5

 







 

   

5

 

 

 

 

     

            sfz             

          

   

sfz



7:4

6



12

  

        

      

     

3  arco 3   pizz.                       

sfz

3

3

3                         

pizz.

sfz pizz.

mf

arco

ff

3

         3                    3 sfz 3 arco mf

             pizz.

     

sfz

 

   

sf

Vc.

    

5

5

5

Vla.

    

mf

5

Vln. 2

      

f

5

 

   5 

sfz

 



 

5

sfz

f

f

sfz

   

mf quasi legato

con sord.

Pno.

Db.

3

f

sfzmf

      



     3   

           

Vln. 1

        

mf

mf

3

3

      mf

ff

  

3

sf

  sf

 3

 3

                 

   

    

sf

    sf

  sf

 

7:4

sf

ff



     

   

  sf

    ff



ff



ff

 

 

 

 

sub.



sub.



 

ff

 

sub.

  

ff

sub.

sub.


Fl.

  64    

     

sfz

Ob.

sfz

Cl.

Bsn.

     sfz       

 pp

 

Tpt.

Tbn.

Perc.

Hp.



mp

ff

mp

Vln. 1

Vln. 2

Vla.

 



mf

     pp

 

mf

   

 

  

 

  

 

mf



  

pp

mf

pp

mp

 

 

 

 

 

 

 

 

   Pno.



  

mf

ff

mf

 

pp

    

 

  

pp



pp

sfz

Hn.

 

29

   5

        

 

   

5





  

    

     



  

  

7

7

 

5

 

  3              

3

 

 

   3          3        arco         

 

 

  

 

 

 

   5

  

  5

   

5

  

  

  

arco

Vc.

Db.

 

 5

 

  

 



  



 

 



  

 

 

 

5

 

 

5

 

 

 

5

5

   

 

 


30

Fl.

Ob.



ord.

7 fltr. fltr. 66   ord.                           5 f 5         3 5

               

mp

 

  

Cl.

f

Bsn.

Hn.

  

  f





3



Perc.

  

   

    

3

 3

 



5

 

3

          

            

      f



3





 

   

     

      

 

7





 5

mp

      mp

 

 

 



    

  



mp

mp

sf

 

 

   



5

 

3

     

 p

 

p

f

7

mp



gliss.

mf

mp

    



3

   

 

  

 

 







. gliss

 5      

   

5

          

 

5

5

mp

  



 

    

f

 

3

 

3

3

    f



  

mp

 

sffz

    

5

  

 

   5

f

Db.

    

5

     

  

f

Vc.

  

7

Vla.

p

3

Vln. 2

3



3

Vln. 1

7

           Pno.

   

3

 

5

5

mp

  

   Hp.



                     

5

mp Tbn.

3

f

Tpt.



 5



   

  

7

mp

f

      

gliss.

5

5

5

  

 

          5

 

    

     p

   

 

 

   

 

 

3

 

                       6



3

 

spic.

  

 



            jeté

10



   



3



3

3

 

5

 

3

p

3 3       3




Fl.

68               

 

Ob.

Cl.

Bsn.

Hn.



 

 

 3





 



 3

 





 

Tbn.

Perc.

5   

 

 



C#



Db.

    3

 

     

    





mf

 

 

3

  

3

mp

      

 

 3

f

  3

 

 

5

f

     3

gliss.

    

 

gliss.

 

3

        



9

  12



       

        g  l iss.         f mp sf   3

  

   

     

    

 

6

gliss.

 

5

5

 

 

   

spic.

mf

mp

   



mp



jeté

ff

 



  

    f

 

3

3

5



 

3

 

 



         

 

     

 

 

(loco)

 

 

9

  



gliss.

jeté

gliss.



mp

C§

    

   

3

3

    

 gliss.  3



         

  

mf

6



10

               6        

3

 

       

 

p

   

   

6

Vc.

3

 D§

3

Vla.

 



  

   



jeté

Vln. 2



10

Vln. 1

 

 

3

5



 Pno.



6

3

6

mp



      

3

  

 

 Hp.

  

 

6

31

 

 

5

mp

Tpt.

 

     

fltr.

                 

          

3

     

         

sf

gliss. 3

 


32

   

ord.

70

Fl.

Bsn.

Hn.

Perc.





f

     

 

    



f

  sf

mf



mp

 



    mp

     

    

sf

    

 5

 



  

  

   

   

 

    



Vln. 1

13:8

    

f

mf





 

Vln. 2

Vla.

Vc.

Db.

             





mf

5 5



mf

 mf



 





 

 





    

  

 

  



 

5

           



f

f

  

3



5



 

  f

 

D#

  

    

   



          

   

  

  

  

f

f

   





     



  



7

 

    

       

mf

  

7

5



mp



5

   

    

mp

Pno.

    

  f



6

    

  

mp

3

Bb

 f

     

  5

5

  

f

 

mf

E§

 

    

 

    

sf

  

Hp.



sf

      

mf

 

    



     



    

  

  

Tpt.

Tbn.



f

      

sf



   

Cl.

 

f

    

Ob.



 

 



 



sf

 

sf

 

  

sf

    sf      sf

 

   sf

 

sf

   sf

  sf  sf

 


Fl.

 71   



 

Cl.

Bsn.

Hn.

 

Tbn.



 Hp.

5









  ff





 



 





5

5

ff

   

5

 

5

5

 







5

 

 

5



 

 

 

5

 

 



ff

 

ff





 



 

 

 







 

 

  5

 

  

 



 

 



 



5

 

 

 

 

 

 



   

 



5

 





 

5



  

5

 











5

5

  5





5



5

5

 



5

5 5

5

5

5

 



5

5

5

5

ff

 

5

5

ff

 

  

5

  

5

C# D§

ff

Vc.







 5



    

Vla.



5

5







   

Vln. 2



5

5

5



f

ff

Pno.



   

Db.



Perc.

Vln. 1



5

ff Tpt.



5

ff

 

5

ff

 

5

ff



5

ff

Ob.

33



 5

5


34

Fl.

72   

Ob.

Cl.

Bsn.

Hn.

Tbn.

Perc.

mp

to Bass Clarinet

pp

 

 

mp

  

Tpt.



pp

3

solo    

 

  

3

 

3

6

5



      

3

5

3

6

          5

5

      



                       p

mf

f

5

 

3

5



   

 

p

 5

  

f

f

f



mf

p



3

mp

 

         

 

Hp.

   5

      Pno.

                5

5                          5

diminuendo

(p)

5

Vln. 1

Vln. 2

Vla.

   

 mp

   

5

   pp

                 5 mp

5

5

dim.

                       5 dim.

5

      5

     

      5

5

ppp

 

         5

pp

   5

  



p

pp

pp

  



p

ppp

5

5

Db.

(ppp)

5

mp Vc.

5

5

        p

5

3

p

 

mp

 

mp

 

 

mp

 

 

mp


  74

Fl.

Ob.

Bsn.

Hn.

  

 5

B. Cl.

35



5

        mp

          f

sf

 

 

3

3

             

5

3

6

f

  

     

5

5

             ff

(c.s.)

Tpt.

Tbn.

  

 

sf

  

Perc.

Hp.

pp

f

      mf

pp







5

p

        mp

f

  mf

pp

   

        mp 

 

3

          mp  sf

5

3

5

        mp 3

        5 sf

3

 

 3

 3

 3

 

mp

 

          5 mp 3

sf

3

  3

7

mp

5



           

mf

     5

     5

     5

     

     5

     

3

       

3

 

mf

 

mp

3

  

3

 

  



  

 

  



mp

3

quasi legato, on the string

    mf

3

 

mp



3

mp quasi legato, on the string

    mf

3



      

quasi legato, on the string

       

3

mp quasi legato, on the string

mf

5

   

quasi legato, on the string

mf

sf

Db.

6

 

Vc.



3

mp

sf

Vla.

ff



 

  

Vln. 2

6

     mf

 

mf

 

Pno.

Vln. 1

  

5

ff

5

      

3

     3

  


36

  76

Fl.

8

            

fltr.

6

p

Ob.

B. Cl.

Bsn.

Hn.

   

 



       3

f

  

3

 

          

sf

  

sf

  

6

     mf

    

3

mf

 

Tpt.

Tbn.

Perc.

Hp.

  p



Db.

           ff 5

 



 

  



  

    3

    3

    

       3

        3

5

    

3

3

3



3

 

  

 

 

 

 

  



   

3

5    

 

5

ff

3



7

ff

3

 

            



Vc.

    

5

5

f

ff

mf

7



  

  

  

  

Vla.

mf

f

 

3

       

ord.

8

Vln. 2



mf

Pno.

Vln. 1

            mf

         sf

 

3

 

 

  mp


  78

Fl.

   

Ob.

 

B. Cl.

Bsn.

Hn.

       

Tpt.

Tbn.

Perc.

Hp.

37

     mp

  

5

 

mp

5

 5

3



  

        mf 

5

5

Vc.

 

 

 

 mp

 

                  5 6  

mf

   f

f

 

           

f

   

ff

5   sf

                      f

 

 

 

 

 

 

 

 

 

 

 

 

 

  

 

 

 

   

  mp

 

  

  mp

3

       mf

3

   

   

   

3

       mf sfz

       

   

3

mf

sfz

3

 

3

       3

  

       3

  

mf

mf

5

        mp

5

      

3

  

f

                  6

     6

 

  f                5 

 

6

f

5

mp

sfz

sfz

mp 3

                           

mp

sfz

mp

Db.

 

mp Vla.





mf

mp

Vln. 2

   3



Pno.

Vln. 1

 

fltr.

 

3

6

f

5

        

mp

f

  5

         

 

 

 


38

   80

Fl.

Ob.

ord.





ff







5

 

    

5











5

            f

Perc.

Hp.

Vln. 1







5









solo 

mp

to Piccolo

p

 



mp

f









mf

 

  



 







mf











mp

3

 

 









   

mp



 

3

p

mp





3

mf 5

3

mp





 

3



mp

 

 p

 p

    

 

p



 

p

(bowed)

 

CROTALES





ff

 

        

   





mf

     

   



5





  

   

  

 















 

        

 

 

 



ff



5



 5



mf

 mf



   





3





 

 









mp



3

mp

 p



mp



 









p

3

mf



 

mp

    



3

3

mf 5

mp

mp





3

3

mf

5



 

 





p

 p

 p

 

ff

Db.



pp

ff

Vc.



ff

Vla.

 

ff

Vln. 2



3

   Pno.



mf

f

Tbn.



mf

ff

Tpt.



mf



ff

Hn.

to Clarinet

ff

Bsn.

 mf

ff

B. Cl.



5

    




39

  82

Picc.

    

Ob.

6

Hn.



           6

3

 

Hp.

Pno.

 (Crot.)  

Vc.

f

 

mp

  

  

   mf





 

mf

 

 



 p

mf

 



mf

p

p

mf



3

f

3   



 

Vla.

 

Vln. 2

Db.

   

Perc.

Vln. 1



Tpt.

Tbn.



Cl.

Bsn.

 

p

p


40

  84

Picc.

Ob.

Cl.

Bsn.

Hn.

  

Tpt.

Tbn.



 

 

 

 

 

 

solo       p

 

 

 

 

3

Pno.

Vln. 1

 

 

 

 

 

 

Vln. 2

Vla.

3

mf

    3

mf

   3

mf

 

Vc.

 

p

 p

  p

  

 ppp

mp

  

 ppp

mp

f



   

 

 

 

 

 

5

 mp

 

5

ALMGLOCKEN soft sticks

p

 

 6 7                              ff

5

mp

MED. TAM-TAM

 

   

TRIANGLE

mp

mf

 

 TAM-TAM scrape beater on rim

p

   

 

 

 

 

 

 

   

sul pont.

  

 mf

mp

 mf

 

mf

  

p

mp

 

mf

ppp

 

    

 

3

 

 

 

p

mp

mf

 

3

Db.

 

 

   mf

 

   

9   

ppp

to Flute

mp

 

scrape metal beater on rim

   

 

mp

Hp.

  

              

 

Perc.

 

6

mf f

GONG

9  

mf

mf

mp

f sul pont.

   f

mp

f

sul pont.  f sul pont.

mp

poco a poco ord.

 

poco a poco ord.

 

poco a poco ord.

 

poco a poco ord.

 

poco a poco ord.

 

mp

    mp

sul pont.    mp

   

  f

    mp

   mp

   mp


41

   89

Fl.

   

Ob.

f

Hn.

Hp.

Pno.

Vln. 1

Vln. 2

Vla.

Vc.

Db.

                



   

5

ff

 

 

 

 

  

 

 

 

 

 

 

 

 

 

  



mp

    

  

mf

 

 

 

 

 

 

 

 

 

 

 

 

    

 

   



  

 

           

mfp

mfp

 

mfp

 

mfp

  

mfp

 

   

   

 

  

   

  

  

  

  

mfp

mfp

mfp

 

mfp

  

mfp

  

 

 

f

 

mf

f

 

mf

 

 

mf

 

mf

mp

        mp

     

 f

 



mp

  

f



       

mf

  5

5

 

SUSP. CYMB. bowed

Perc.

 

5

6

Tpt.

Tbn.

5

  

 

 

Cl.

Bsn.

 

f


42

  92

Fl.

Ob.

   5               3

Cl.

Bsn.

Hn.

 

3

3





pp

     

mp

pp

mp

  pp

Tpt.

Tbn.

Perc.

Hp.

Pno.



 

  

 



pp

mf

p

 

 

 

 

 

    ord.                           

sul pont.                     

sul pont.

Vln. 1

 

 

pp

 

  

 

 

p

 

3

 

mp

f

f

sul pont.       ord.                                                mp f sul pont.

Vln. 2

f

                                    sul pont.

Vla.

Vc.

Db.

     

ord.

f

  





 

p

  

p





 

 



mp

mp

f

f

      

sul pont.           

mp



       f

   

p



   p

 

 

 


43

 

 

Ob.

 

Cl.

 

94

Fl.

pp

Bsn.

Hn.

p



pp

pp

Tpt.

Tbn.

     

3

5

f

   pp

  

pp



Hp.

Pno.

Vln. 1

Vln. 2

Vla.

Vc.

Db.

mp

 3

  

 

 

pp





3

 

 

 

5



 

pp

scrape rim of Tam-tam

mp

mf

 f

           

 

pp

MED. TAM-TAM 3

 

mf

p

pp

f

7

SUSP. CYMB.

Perc.

   

 



p



p

    

ff

   

   

 

                                     mp

f

               

                                   

                

                                       

    





mp

mp

mp

f

f

mp

 

 

f

f


44

10 96   

 

Ob.

 

 

Cl.

  

 

 

 

 

 

Fl.

mf

Bsn.

Hn.

 



mf

    mf

Tpt.

Tbn.

 



ff

     

mf

Perc.

   

Hp.

 

Vln. 1

Eb Fb Gb Ab Bb C D

Vln. 2

Vla.

 

 

 

   

 

F# G§

sf

 



pizz.

 

 f

   

pizz.

  

pizz.



 

  

  

f

Vc.

Db.

    

pizz.

 

f

pizz.

 f

 

                    

             

    

          

7:4

f

 

 

ff

 

 

             ff

XYLO.

  

f

      

    

10    

mp

    

f

 

   

 solo        Pno.

 

CHINESE WD. BLK.

 sfz

 sfz

  sfz  sfz

 

sfz

   

  

  

   

  sfz

 

 

sfz

 

 

 loco              

         

   

    

           sfz              sfz            sfz


       98

Fl.

         

f

             

Ob.

mf

Cl.

Bsn.

 

               mf             

   

  

dolce

7

p



5

 

       7



5

p

to Bass Clarinet

45

       7

   

5

  

mf

Hn.

      

Tpt.

 

 

p

senza sord.

   p

Tbn.

Perc.

 (Xylo.)    

Pno.

Vln. 1

Vln. 2

  

Vla.

  

Vc.

Db.

 

 

   

9

     

to Timpani

   Eb F# G A Bb C D

            

  

mf

9

   

mf

       

  

  Hp.

mf

 

 

  

  

5

mp dolce

 

 

5

 

5



                                             mf  sfz 11    11 11                             arco                          

 



 

   

mp

         



6

5

  mf

mp



6

5

mp

 

 



mf

 

6

5

 


46

     

   

100

Fl.

 

Ob.

Hn.

5

Perc.

5

 

   

 5

          11

6

      mp

 

   

 

6

6

5

 

12

6



  

    7

mp

 

     



5



 

5

Db.



 

pp

pp

mp

mp

   

  

TIMPANI

     

5

 

mp

3 

gliss.

p

 

 

mp

pp

 

6

 



5

pp

 

     mf

7   3                       5 f

sf

6

3                             f  sf   arco 3 5                             6 7 5

     

arco

f

Vc.

 

    

 

p

 

          

mf

 

  

  

  

 

Vla.

5

p

to Piccolo

5 3                        f  7 sf

  



Pno.

 

Hp.

Vln. 2

f

mp

    

mf

          

     

mp

6



 

 

 

Vln. 1



 

f

  

Tpt.

Tbn.

   

             5

mf

B. Cl.

Bsn.

7

           

7

sf

   arco 3                   7 5 f sf     arco  3                  5  3 f sf


 

solo     

102

Picc.



  

B. Cl.

f Bsn.

Hn.



 

Tbn.

 3

   

solo       f



3



  



 

5

mf

        3

sf

to Mark Tree and Xylophone

mf

3

f

  3

  

mp

MARK TREE

mp

f

 (c.s.)

 gliss.    mp

     

  3

 gliss.     mp

3

 

Pno.

Vln. 1

   



 

f

Vln. 2

  



   



f

Vla.

f

   

Vc.

 

Db.

f



glissando downwards by scraping strings with fingernails

mp

  

pizz.

    mf



 

 

  mf





5

sfmp

   

mp

 



5

3



     



gliss.

f

5

gliss.

f

 

3

f

    

mp

 

 

     

mp

 

ff

mp

mf



  



mf

3

 

mf

mf

f

   

 



mf

3



XYLO.



mp

Hp.



3

f



Perc.

  

      

5

mp

f Tpt.

  

5

mf

    

f

 

7

mf

Ob.

47

 3

gliss.




48

                    9 104

Picc.

f

  

B. Cl.

3



mp Bsn.

Hn.

    

Tbn.

 

Perc.

Hp.

Pno.

  

Db.

  (Xylo.)       

  

 5       



        



 3

 3 3

 

7

mf

3 

f

   

 

mf

 

5

5

      

mp

 

       

mf

f

       mf

mf



7

f

 

  

f

7

f

5

mp

     

3

3

 

 

 

 

3

mp



sf

mp

mp

   

f

 mp

 3

   f

 

 

  

f

mf

arco

        

7

        

  mf



7

mf

 

    

     

sul pont.

  

f

 

mf

  

    

p

mp

7

 

f



f

         





3

pp

    







  sfp

 

mf

3

  

  

mf

Vc.

3

f

mf

f

    

  

  

  

f

 

     

Vla.

3

mf

    



  

Vln. 2



mp

f

Vln. 1



  

Tpt.

Ob.



6

3

3

3

    



   



 

mp

 

3

3




           106

Picc.

f

Hn.

Tbn.

 

5

 

gliss. 5

Pno.

 

 







 

 

f

 3 3

    

5

     

 5

5

 

             5

3

   

 

 

f

  



 

mp

gliss. 5

     

gliss. 5

gliss.

5

mp

3

      

3



 



p

mf 5

sul pont.

 

  

5



 

3

f

f

 

mp

  5       





     





3

f

  

mf

f



  

   

mp

sf

3

f

5



 

  

  

mp



f

Vc.

3

    

 

  

Vla.

Vln. 2

f

  

 

pizz.

Db.

  

 (Xylo.)               

Hp.

 

 

Perc.

Vln. 1

 

gliss.

  

Tpt.

          

  

B. Cl.

Bsn.

       

Ob.

49

   

  

arco

 

  

     



 

3

mp

  

mp 3

mp

 

       

 

  

(sul pont.)

 3



mf



           3  mp mf f                  f

5

mf

          

mp

f

5

mf



 

pizz.

 5

mp

3

3

 

 

3

 3

f



3

f



mp



3

f





mp

3

f

mp


Picc.

108           

           

 

    f

mp Bsn.

  

  mp

Hn.

Tbn.

Perc.

Hp.

Pno.

Vln. 1

Vln. 2

Vla.

  

   

gliss.



gliss.

 (Xylo.)  

   

  f

 

    

3



mf

   

mf

6       

   



 



  

 



   

 

 

 

 

 

3

 

 

 

MARK TREE

  

 

ff

  

3

  

3

   

f

 

 

 

 

 

 

 

 

   





 

3

3

   



3

mf

 

mf

  

    



f 3

f

3

   mp

f

 





   



mf

arco

    



          



mf

7

mf

              7

 3

f





    mp

Db.

3



 

 

7

3

  

ff

3

3

             

 

to Clarinet

 

mp

Vc.

mf

 3        

 

Tpt.

ff

B. Cl.



7

mf Ob.

      



50

mf

              6

mf

 

   

  3

  3

 

 

ff

 

 

ff

 

 

  3

  3

 

 

ff

 

 

ff

 

  3

  ff

 


Picc.

11 110     

 

mp sub.

Ob.

   



   



m sub.

Cl.

     

mp sub.

Bsn.

    

 

 

       

Hn.

Tpt.

Tbn.

Perc.

Hp.

Pno.

 

       

      

 

con sord.

  

   

  

con sord.

mf





 







sf 

p



 

 

 











 





sf

 

















mp

AXATSE

mf

    

 

       

     sf

            

       

sf

    sf

             sf

     

   

                     

     



mp

  

sf

            

mp

sf

 

p

mf

 

    

 

     

mp

sf

p

mf

 

      



     

  

mp

Db.



mp

mp

Vc.





mp

mp

Vla.

sf   

  

    

sf

con sord.

mp

Vln. 2



sf

11

Vln. 1

sf

        

mp sub.

   

 

      mf p

51

   

mp

  

 













mp

     

mp



        mp

 

 

            

 

5

   mf

  



   

mf

mf

 

mf



 

mf

 

 

 

 5  

 

   



 


52

Picc.

111                     

                   

Ob.

    

Cl.

Bsn.

Hn.

Perc.

Hp.

Vln. 1

Vln. 2

Vla.

Vc.

Db.

 

 

 

 

 





 





 







 

  

(Axatse)







       

        mf      

mf

      

 

    

           

 

    

 

    

 

  

  

   

  

     

    

       

       

  

 

   

 

     



         mp

       

mp

   

WHIP

 

  

mp

mf

    

      

   







 

 

 



 





 

 

 Pno.

 

                      

Tpt.

Tbn.

            

 





     

    



  

7

 

       

   

 

7

7

   

7

  

            

  

  

sf

       

       

   

   

 

 5







 

 

 sf

 

  sf

 

 

 

  sf

 sf

 sf


   112

Picc.



 



mp



 

Ob.

mp

 

Cl.

Bsn.

Hn.



    

  

  

Tbn.



   



 





 

mp

   sf

 

Hp.

mp

Vln. 1

sf



 



 





sf

 





 

 

 

sf

sf





   

 

 

   



 







 







 

















 

 

    

 

 

 

  

 

  

 

 

 

 

 

  

   mf

 



    



  



  

mf

mf



mf

       

   

mf

mf

mf

      

   



mf

Db.



 

mf

Vc.

 

 

   

Vla.





Vln. 2



     Pno.





AXATSE

Perc.





 

sf

mp

sf

 



mp

sf

Tpt.



mp





53



mf





 

   

    pizz.

 pizz.

  

   

  

      

 

   

 

 

 

     







 

 

 

  

 

  

 



 



 

  

 

 

       

 

 





 



 

 

 





 

arco

arco

 


54

   113

Picc.

  

Ob.

  

Cl.

Bsn.

Hn.

Tpt.

Tbn.

Perc.

Hp.

Pno.

Vln. 1

Vln. 2

Vla.

Vc.

Db.

  

      

  

 



 



            

           mf

           

 

mf

      

         

                    

 

mf

             mf

      

     

  

      

  

 

 



mp

  

mp

 

 

 

 

        

              

   

   

   

  

    

 

   

 

   

                     

    

    

 

        

   

           

mf

         

 

         



                    

 

 

 

 

mf

mf



mf



 

  

 

 

E F G# A BCD

   

ff

          

      

     

sfz

 

    

 

sfz

sfz

      

sfz

 

 

     

mf

 



 

   

           

   

 

f

   

f

 

 

  f  

            

      

to flute

f

f

 

      

  

 

           

   

f

          

mp



  

f

  



 

     

sfz

   


12

Fl.

   115  FLUTE       

  

fff

          

Ob.

Cl.

Bsn.

f

       

             

fff

f

             



      

3

6

f

                         

Tpt.

       fff

Tbn.

     

Perc.

TIMPANI

 

mf

ff

 

  

     

Gb

12

Vln. 1

  

  

     

  

Vc.

Db.

  

fff

f

   

 

 

ff

sul D

f

 

3

f

6

5       

mp

 

HIGH TAM-TAM

  

f

 

mp

 

 

 

         

 

          

 

           

 

sf

sf

sf

sf sf sf

E§ G# A§

sf sf sf

sf sf sf

ff

loco                       

suoni reali

 

 

                 6

 

 

fff

 

7

 

fff

             

f

         

fff

3

7

         

Eb

fff

f

f

          

  

        

ff

mf

              

  

 

7

ff

    

              

f

       fff

        

   

        

    

   

    

  

f

TIHAI

  fff  

 

         

               

fff Vla.

3

 

             

Ab

  

                   

mf

f

fff

Vln. 2

    

       

fff

+ B.D.

         

f

           

              Pno.

5

 

sf sf sf

sf

f

         

 

sf sf sf

                 f ff               

f

fff

  



fff

      Hp.

5

          

  

fff

sf sf sf

sf

ff

ff

55

            sf sf sf sf         

ff

fff

Hn.

sf

             

fff

  

        

TIHAI

fff

ff

ff

   


56

Fl.

          118                     6 5



          5                   

          

                                6

         

f

Ob.

6

f

Cl.

5

ff

5

ff

      

mf

mf

Pno.

Vln. 1

mf

(Tam-Tam)

 

 f

 

 

f

  

Vc.

 

7

6

f

ff

fff

6

ff



    

mf

     

             

3

mf

            

E§ G# A§

Eb

           

fff

          

             

fff

fff

  

       f mp        

f

sf

sf sf sf

sf

sf sf sf

         

          f

fff

           3

6

sul D

            sf sf sf sf          ff

 loco                      

f

mf

              f

ff

    

Ab

fff

  

ff

    

          

    

f



fff

   

ff

ff

f

sf sf sf

f

 

fff

            7  fff f      

sf

f

  

    

        

                  7     f  fff 



+ B.D.

f

Gb

fff

sf sf sf

              

    

7

7

ff

                            

sf

        

ff

        5   

5

      

fff

sf

           

f

TIMP.

sf

          

fff

  

sf sf sf

              

                       

f

   

Vla.

fff

              

  

Vln. 2

Db.

 

   

ff

                 

  Hp.

3

fff

                 

5

Perc.

         

ff

6

         

f

sf

            sf sf

ff

                

  

Tpt.

f

6

sfz

Tbn.

fff

                                 6 f

Hn.

fff

ff

f

Bsn.

fff

ff

        

fff

suoni reali

3

f

6

ff

ff


  121

Fl.

f

ff

5                   

Ob.

                  6 5

6

f

                  6

Cl.

ff

f

Bsn.

Hn.

f

            

Tpt.

Tbn.

         7

Perc.

 Hp.

mf

 

 

mf

 f

 

 

Vla.

mp

Vln. 2

f

  

  

  

ff

fff

6

ff

fff

  

TIMP.

Db.

 

    

f

          3

ff

6

f

ff

f

mf

Gb

fff

             

             7

+ B.D. 3

  

mf

     

f

    

                            f

fff

          

          

fff

           

f

fff

          

fff

f

fff

f

fff

                  7     f 7

        5    f

ff

                            

7

f

5

           

fff

Vc.

         

         

              

  

fff

fff

 

ff

                 

   

 

Pno.

Vln. 1

fff

ff

                 

  

  

fff

f

6

HIGH TAM-TAM

 

5

           

mf

f

  

fff

                

  5                               7 5 (Timp.)

        

6

sfz

            

ff

    

7

fff

5

                   6

           

         

ff

57

            7  fff f       fff

   

    

  

         



        3

6

f

sul D

fff

              suoni reali

3

f

6

ff


58

  

    124

Fl.

sf

   

 

Ob.

sf

 

Cl.

Bsn.

Hn.

  

sf

  

 

sf

 

          f

Tpt.

       f

Tbn.

     

    sf sf sf

     

   

sf sf sf

     

sf sf sf

     ff

   

ff

      

Hp.

   

  

 Eb

Vln. 2

Vla.

 

          7

        

 

7

         

 

7

    

 

 

             5

mp

f

  

mp

 

 

sf

sf

 

 

sf sf sf

     

sf sf sf

         sf sf sf   

   

              loco

ff





 

  

ff

f

5

6

 

    

 

  

 

ff

6

ff

6

 

ff

   

 

 

           

  

7

7

7

           f

 

7

f

  

 

      

            

  

to Celesta

  

5

f

 

 

 

        

 

      

HIGH TAM-TAM

  

mf

 

      

5

mf

5

ff

ff

  

f

gliss.

 

5

mf

  

    

sfz

      

ff

    

 

f

ff

Db.

          6

sf

Vc.

E§ G# A§

     

6

         6

 

Pno.

Vln. 1

     

       

f

   

f

   

Ab

ff

mf

 

f

f

ff

     

 

sf sf sf

f

Perc.

          6

     f

    7

         


Fl.

13 127   

59

Meno mosso q = 56c.

Ob.

 

Cl.

 

 

  

 

 

 

 

Bsn.

Hn.

Tpt.

Tbn.

Perc.

Hp.

    

Cel.

Vln. 1

E F Gb A Bb C D#

          

 10        

13   

        

10

        

Meno mosso q = 56c.

Vln. 2

 

Vla.

 

Vc.

 

Db.

  

10



    

5

5

       


60

  128

Ob.

Cl.

 

Fl.

Bsn.

Hn.

Tpt.

Tbn.

Perc.

 

ALMGLOCKEN

 

 

pp

Hp.

Cel.

 

12

     

  p

 

     

Vln. 2

Vla.

Vc.

Db.



mp

   

 

Vln. 1

p

bisbig.

         

 

soft sticks

  

 



 


61

  129

Ob.

Cl.

 

Fl.

Bsn.

Hn.

Tpt.

Tbn.

TUBULAR BELLS

Perc.

 

 

Hp.

Cel.

Vln. 1



      

 

  7





  



9

 

  

 3    

gliss.

sempre l.v.

 

mf

  

 

loco

      



3

        



 

3

  5 5



 

         

3 3

    

p

 



  

3

Ab

F# D§

  3

E#

       

  

  



                 B§

9

3

 



3



5

 

10

Vln. 2

Vla.

Vc.

Db.



 

  


62

  131

Ob.

Cl.

 

Fl.

Bsn.

Hn.

Tpt.

Tbn.

STEEL SPRING

Perc.

  

Hp.



   

   

3

3

 5

5

G§

   Cel.

  

  

 

     3     



  

  3

    



9



  

  3

  



       

6



 

Vln. 2

Vla.

Vc.

Db.



p

 



 7

3

mf

 

Vln. 1

  

TUBL. BELLS



3

    

 



mp

Db

    





5

   3



D§

  

 


63

  133

Ob.

Cl.

 

Fl.

Bsn.

Hn.

Tpt.

Tbn.

(Tubl. Bells)

Perc.

 

mf

 

  Hp.

B# C#

    

Cel.



      

Eb

    11

gliss.



 

mp

        5       

         



9

   

 

Vln. 2

Vla.

Vc.

Db.



Vln. 1

  



    3

 

gliss.





 

  



 




64

  134

Ob.

Cl.

 

Fl.

Bsn.

Hn.

Tpt.

Tbn.

STEEL SPRING

Perc.

 

  Hp.

  

5

    

   

 

 

12



              

3

10 10

3



to Alto Flute

TUBULAR BELLS

mp

            Cel.

 

14

 

 

     



s.   glis

 

     7

 

p

3

Eb Fb G Ab Bb C# D

5

        

  3   3

3

3

 

Vln. 2

Vla.

Vc.

Db.



Vln. 1

3

   

        

3

14

 

 

        

 


65

  136

Ob.

Cl.

 

Bsn.

Hn.

Tpt.

Tbn.

(Tubl. Bells)

  

Perc.

5

        

Cel.



  

   

  Hp.

  



5

f



        

  

A§

 3  

 ff B#

 

  





3

sf F#

    

      

       

3

  

 









3

Vln. 2

 

Vla.

ppp con sord., senza vib.

 

Vc.

ppp

Db.

p

 mf

   

     

F§

     

    

ppp con sord., senza vib.

 

ppp

con sord., senza vib.

sf

3     

con sord., senza vib.

Vln. 1

    

3

 

glis s.

A. Fl.



 11

  




66

  138

Ob.

Cl.

A. Fl.

Bsn.

Hn.



 

 

ppp

   

Cel.

Vln. 1

  

Vln. 2



5

 

  

 

6



  

 

 

   

 

6

   

 

 5

 

F#

C#

 

Vc.

G#



5

    

Bb Cb

  

   

mp

 

Vla.

Db.



pp

 

pp

(con sord.)

  

ppp

 

pp

(con sord.)

(Tubl. Bells)

Hp.



ppp

  

pp



 

Perc.

ppp

  

Tpt.

Tbn.

(blend with brass)

7

   

  

5

 D#

 

   

  

   

 





  C§

5





 

5

Gb

    

9

 

5

E§

    

   

10

 ppp

pp

pp

pp

 ppp

 ppp

ppp

pp


67

  140

 

 

Ob.

 

 

Cl.

 

 

 

 

 

 

 

 

 

 

 

A. Fl.

Bsn.

Hn.

Tpt.

Tbn.

Perc.

 Hp.

(Tubl. Bells)

   F§ Cb

 

Vln. 1

 



    

     

Cel.

  

Vln. 2

6

 

Vc.

Db.

 Ab   3

   

3

  

3



vib.

 

ppp

vib.

 

vib.

 

ppp

dolce

  dolce

  

   

3

   5  

5

   

 

  

C#

     

ppp

Vla.

 

 

 

5

 

  

SPRING

(l.v.)

         

    

mp

G§

      

   



5

   5



. gliss

 

 

3

 

  

 

to Piano

   

     

  

 

  

 

 

 



 

 

  

 


68

15   

Lento q = 44

142

A. Fl.

Ob.

Cl.

Bsn.

Hn.

    3

pp

 

    

5

p

 

  

5  

pp

p

  

  

 

(con sord.)

(con sord.)

Tbn.

  

Perc.

Hp.

3



5

5

3

pp

  



  



p

p

ppp

 p

 

 

 

  

 

3

   

Lento q = 44

        p 3

  

legato sempre, on the string

pp

   

 

con sord.

legato sempre, on the string

   

5

legato sempre, on the string

              3

   

3

      3

  

       

p

pp

5

3

3

             pp p

con sord.

Db.

pp

3

(con sord.)

Vc.

ppp

pp

Vla.



(con sord.) legato sempre, on the string

Vln. 2

pp

p

pp

15

Vln. 1

5

3

                     

  

   Cel.

 

dolciss. (blend with strings)

ppp

  

  

               3

pp

ppp

Tpt.

 



 

     

              

  



   



3

legato sempre, on the string

ppp

5

6



5

        p

7

3

     7

 

   mp

3

5

  



    

5

3

sul pont. dolciss. gliss.

3



sul pont.

dolciss.

ord.

5

gliss.

p

ord.

mp

 

3







 

       p

sul pont.

dolciss.

3

pp

 3  


69

     145

A. Fl.

5

11

                  pp

  

Ob.

5

Cl.

3

3

   



pp

5

               pp

Bsn.

Hn.

Vln. 2

Vc.

Db.

  

3

 

3

7

3

pp

MED. TAM-TAM

  

Eb F G A Bb C# D

pp bisbig.

    



 

p

  

3

pp

 

 

 

   

mp

gliss.

mp 3

sul pont.

 ord.

5



molto vib.

 

ord.



gliss.

mp

   



p

3

 

mp gliss.



 

p

 

gliss.





 

pp

 

p

3

p

gliss.



ord.

mp sul pont.

molto vib.

 3

sul pont.

gliss.

p

mp

 

p gliss.

gliss.

sul pont.

molto vib.

sul pont.

dolciss.

sul pont.

p

pp

    

 

ord.



 

 

p



 

3

3

 sul pont.  

  

     

 

 

p



 3    

p

 

        

 

 

p

          

pp

p

Vla.

pp



5

ppp

Pno.

Vln. 1

 

  Hp.

3

pp

p

Perc.



  

pp

p

pp

p

Tbn.

           

p

    

Tpt.

 

5

5

7

molto vib.

gliss.

 


70

   147

A. Fl.

 5 6                                      9

pp

  

Ob.

p

 

5

 

 

Perc.

pp

3

 

p

 

   

Vln. 2

Vla.

 gliss.

 

 

gliss.

3       

  

 

pp

 

6

pp

p

 

pp

p

senza sord.

 

3

   

p

(molto vib.)

 

blend with double-bass

  

gliss.

  

ord.

p

mp

  

ord.

 p

mp gliss.

 

gliss.

3

 

p

  

 

 

   pp

3

 

 



p pp



p

  

sul pont.

ord.

sempre l.v.

mp

mp sul pont.

Vc.

gliss.

p





 

pluck strings with finger inside soundboard mp

sul pont.

  ord.

pp

p

3

 

ppp

3

(molto vib.)

pp

5

 

      

 

 Pno.

3

ppp

 

bowed

 

 

    

3



           

   

 

pp

CROTALES

pp

pp

     

Hp.

Db.

3

p

p

  

p

3

  

Tpt.

Vln. 1

 

                  

p

Tbn.

3

  

 

7

Hn.

      

5

pp

 

Cl.

Bsn.

7

mp

sul pont.

   p



ord.

 

   

mp

 

3

p

sul pont.

 

gliss.



  

sul pont.

 

 

gliss.

3

p

mp 3

ord.

sul pont.

ord.

mp gliss.

 

  gliss.

gliss.


71

   149

A. Fl.

5

3

7:6

        

           pp

 

Ob.

 

 p

Hn.



 

pp

 

Tpt.

 

    3     

Perc.

pp

Db.

ppp

gliss.

 p



mp

  

3

 p

3

 

gliss.

mp gliss.

5

ord.

p

ord.

 

 

sul pont.

   

sul pont.

ord.

p

sul pont.

 

mp

ord.

gliss.



p

sul pont.

sul pont.

gliss.

  

mp



pp

pp table

 



p

10

 

ppp

 

9

pp

   

   

ord.

Vc.

9

p

 

  

11

           

     

(catch from the piano)

 

Vla.



 

Vln. 2

  

p

10

p

3

ppp

Vln. 1

p

mp chiaro

Pno.

p

pp

 

gliss.



                                 

  Hp.

5

pp

10

5

pp

Tbn.



       

   

 10

5

pp

pp

     

p

   



5

           



9

pp

 

             

Cl.

Bsn.

pp

pp

7

9

p

mp 3

 3  

sul pont.

 

 ord.



 

p

 5



 p

sul pont. gliss.

sul pont.

mp 3

 mp

ord.

 

gliss.

gliss.



mp

gliss.

 

5

  p

gliss.


72

16

10             

10

151

A. Fl.

 

dolciss.

Ob.

pp

Bsn.

p

pp

   

p

p

9

pp

  



pp

p

10

11

9

10

   3

pp

10

9

                       

10

pp

  

Pno.

gliss.

p

  

pp

p



gliss.

ppp

  



  

pp

p

mp ord.

sul pont. gliss.

3

5

 

gliss. gliss.



3

 





gliss. 3

ord.

  

mp



p sul pont.

gliss.

mp

mp



gliss.

 

sul pont.

molto vib.



gliss.

p sul pont.

 



ord.

5

p

5

p

  

mp

gliss.

sul pont.

 



sul pont. gliss.

mp

p

gliss.



ord.

 

gliss.

mp

pp

16

sul pont.

 

pp

 

 

3

   

dolce

ppp

p

  

p

mp

ppp

 

Vc.

 

3

10

10

con sord.

 

p

Vla.

9

  

Vln. 2

3

pp

 

Hp.

p

  

p

 

Perc.

9

9

 

MED. TAM-TAM

Db.

pp

pp

  

ppp

Vln. 1

10

                                                             

Tpt.

Tbn.

10

                       

   

9

Hn.

p

11

10

Cl.

pp

 



11

                                

pp

 

10

 



mp

  

ord.

sul pont. gliss.

5

mp 3

sul pont.

  

gliss.

5

mp

ord.

     



p

ord.

sul pont.



 p

gliss.

  

mp

p

5

gliss.

 mp


73

       

    

A. Fl.

pp

Ob.

Bsn.

Hn.

Tbn.

 

7

  7

Pno.



  

 

p

    

3



   

3  

     3

3

p

 

  

 

pp



p

p

pp

gliss.

5

3

pp

gliss.

to Cor Anglais

p

       pp



ppp

pp

ppp

B.D.

    

to Crotales



 

pp

ord.

ord.



mp

 

sul pont. gliss.

3

p

 

3

ord.

mp 3

 

(molto vib.)

 

3

 

  

  

p

3

mp

 

sul pont.

  

ord.

 

(molto vib.)



mp 3

p 3

ord.

5

sul pont. gliss.

p

gliss.

 

gliss.

p

   



gliss.

  



gliss.

p molto vib.

    



gliss.

3 3

mp

mp

mp 5

(molto vib.)

p molto vib.

  

  



gliss.

sul pont.



  

mp



mp

p



  

pp

pp

sul pont.

Db.

p

p

  



 

   

pp

ppp

molto vib.

Vc.

3

  

  

Vla.

Vln. 2

   

p

Hp.

Vln. 1

  

Perc.



  6       3

pp

p

  



   

pp

7

    

5

3

   pp

  

    

  

Tpt.

pp

p

      

Cl.

pp

 

 

           

7

153

 



  



  



pp

gliss.

3

3



p



3

  

3

 3  

  

gliss.

gliss.

 



   3

gliss.


74

  157

Fl.

 

C. A.

solo espressivo 5 5     

pp

           

p

mp

p

mf

 

Tpt.

Tbn.

  

Cl.

Bsn.

Hn.



gliss.

ppp

pp

 CROTALES bowed, sempre l.v.           

Perc.

p

Db.

pp

    gliss.

TIMPANI superball on skin, with pedal gliss.

    

 

p

p

ppp

pp



 



  

pp

gliss.

Vc.

pp

      ppp

gliss.

  

Vla.

pp

 3      ppp

   

Vln. 2

ppp

gliss.

gliss.

 Pno.

p

 

     ppp

 Hp.

Vln. 1

    

 

 

gliss.

gliss.

3

gliss.

5



 

senza vib.



gliss.

senza vib.







gliss.

 

 

senza vib.

(vib. norm.)  espressivo 3 3                 pp p p

  gliss. 

gliss.

gliss.

gliss.

 



   

3

 

ppp 3

 

 pp

5

5



gliss.

gliss.

 

gliss.

3       ppp

gliss.

gliss.

pp

 

gliss.

p gliss.

p

mp


75

17

  162

Fl.

 

C. A.

5

 

 



         

5

  

  

  

dolciss.   

pp

mf

 

Cl.

Bsn.

Hn.

Tpt.

Tbn.

Perc.

      

(Timp.)  3 gliss.

Vln. 2

 

Db.

pp

p

(mp)

 

3

  

    



 

sul pont.

11

                        f

Vc.

ppp

10

Vla.

gliss.

rub surface with superball   

17

Vln. 1

 HIGH TAM-TAM

Hp.

Pno.

p

    

    p

gliss.

pp

mp

3

      7

 

5 3 5                 3

mp

f

     

 mp

 pp



pp

   

 

dolciss.

pp


76

  165

Fl.

  

C. A.

Hn.

     

 3  

    5

p

5

    

 

 

pp

 

 

p

TIMPANI

E# F# G A Bb C D

pp

 

Vln. 2

 

Vla.

3

p

  

 

   

3

pp p

Vc.

Db.



5

      9        

p

mp

mf

    gliss.

with superball

ppp

catch from piano

Hp.

pp

 

  

gliss.

ppp

(Tam-Tam)     

 

Pno.

   

gliss.

   mf

5

p

Perc.

Vln. 1

5

Tpt.

Tbn.



5

Cl.

Bsn.


  

 

Fl.

p

   

 

C. A.

 

fltr.

168

mp

Bsn.

Hn.

      

 









p

mp

Vln. 1

pp

ppp

p

vib. norm.



mp

 

mp

f

mp

     

pp

pp

  3        3

p

5



p

 

        5

5

3

               3 5 3

mp

 

   

    

vib. norm.

f

5

   

18             

ppp

3       f      3 

p sub. warm

 

 

mf

         

p warm

   

p warm

3       mf      3

p sub. warm

ppp

  

mp

l.v. MED. TAM-TAM        

 

                5

Vc.

mf

Db.

p

HIGH TAM-TAM with superball

       gliss.

ppp

Vla.

 

Vln. 2

 

(Timp.)      

Pno.

p

 

Hp.

p

  

Perc.

 

sfp

Tpt.

5

5

18

p

 

Cl.

 

77

   

p warm


78

 ord.   172

Fl.

ppp

C. A.



ppp

 

Cl.

ppp

Bsn.

Hn.

p

pp

p

  ppp

pp

Hp.

         

Pno.

Vln. 1

 

Vln. 2

Vla.

Vc.

3

p

   

 

 3  

mp

 3

gliss.

pp

TUBL. BELLS 3

  

p

   



ppp



5

p

pp

ppp

pp

ppp



 

  mp mf       

  

  

mp

  

 

   

 

         p

 

  





  



  

 

gliss.

  pp

gliss.

p





   

      

 

3

gliss.



      3

3

 

 

gliss.

           gliss. 

TIMPANI with superball

mp

pp

Db.

mf

p

 

    

ppp

  

   

 

   

5

5



 



3

B.D.

Solo

   

 

ppp

mf

 

   

 

p

TUBL. BELLS

Perc.

 

 

p

pp

 

Tpt.

Tbn.

pp

 

 

gliss.

p

gliss.

p

gliss.

  


  177

Fl.

    

C. A.

    

p

Bsn.

Hn.

       p

 

pp

p

3

   p

mp

pp

p

 

5

  

to Oboe

 

p

    

Pno.

(Timp.)

    ppp

gliss.

pp

with superball

pp

3           ppp  ppp pp



pp

gliss.



   

 

 

 

     

pp

 

gliss.

mp

p

gliss.

mp

p

 

dolce





19



pp

Vc.

 

    

Vla.

ppp

   

Vln. 2

mp dolcissimo

mp dolcissimo

  

Hp.

Db.

pp

Perc.

Vln. 1



 

Tpt.

Tbn.

p

Cl.

3

19

fltr.

’

 

79

 

pp

p

 

p

   

dolce

pp



pp

gliss.



gliss.

 p

p

dolce

pp



p

gliss.

   

gliss.

    

 pp

p


80

   181

A. Fl.

 

Ob.

Cl.

Bsn.

Hn.

ord.

dolcissimo

   mp

OBOE

dolcissimo

   mp

 

  

  

 

  

  

 

       

      

Perc.

Hp.

Pno.

 (Timp.)



3

  5

mp

ppp

   

gliss.

pp

  gliss. 

superball

ppp

p

   p



dolcissimo

   mp



  

5           

 

mp

5

  

dolcissimo

   mp

  ppp

gliss.

pp

      

p

mp



   mp

5

    

      

gliss.

  



        

mp

 

  

3

   

 

3

 

  

      5

dolcissimo

Db.

   

dolcissimo

Vc.

mp

dolcissimo



  

Vla.

 

Vln. 2

3

   

      

   

      5   

Tpt.

Vln. 1

5

5

Tbn.

5

 

5

    gliss.

     mf

     mf


81

  185

A. Fl.

Ob.

Cl.

Bsn.

Hn.

 

 

  

 

 



 



 

 



 

 

 

  

mp

 

Tpt.

   



    mp



     

     



mp



mp

Tbn.

 



   

gliss.

ppp

pp

   gliss.  (Timp.)

Perc.

Hp.

Vln. 1

Db.

ppp

pp



  

  



 

  gliss.   

 

Vc.

 

   

Vla.

 

  

Vln. 2

  

HIGH TAM-TAM

   

Pno.

 

 

3

3

mp



  

 3   



  

       



  

3    



3

  

  

mf

  liss.   g  mp

  

mf gliss.

3

  

  

     3

gliss.

3

mp

mp

mp

  

mp

gliss.


82

20

   188

A. Fl.

Ob.



pp

   

5

  

p 5

7──┐

Bsn.

Hn.

to Cor Anglais

  

  

 

Perc.

  

    

    

(Tam-Tam)   

dim.

 Hp.

5

dim.

mp

  

Tpt.

Tbn.

   

 

3

<e = e>

mp

Cl.

Più mosso q = 52c. ┌──

F§

3

   

sf table

                                                 3 3 3 3 3 7:4 3   3 p evenly

 Pno.

Vln. 1

    

  

Vla.



Più mosso q = 52c. ┌──

3

p

 p



pp

    

Vc.

20

<e = e>

3

7──┐

    

Vln. 2

Db.

p

 pp

gliss.

  



pp

p

p

mf


fltr.       

83

 

192

A. Fl.

ppp

 

C. A.

   

 

  

ppp

Bsn.

Hn.

     

Tbn.

ppp

 

Tpt.

p

p

p

 

 

 

 

 

 

 

 

3 

TRIANGLE

mf

3

CROTALES (bowed)

  

p

 

 p

l.v.     mf

 

 

 

 

sf

3

Pno.

Db.

 

                            

Vc.

Vla.

Hp.

Vln. 2

 

Vln. 1

STEEL SPRING

Perc.

COR ANGLAIS (softer than alto flute)

ppp

Cl.

p

Ritard.

          

3

f

3

3

3

3

                    

       3                   3 3 3   mf 3

   

   



ppp p stagger bow changes

 

ppp

ppp





   





























   



   

p

senza vib., stagger bow changes





p

 stagger bow changes  ppp



p

 stagger bow changes 

ppp

Ritard.

stagger bow changes

p







     

Airon, Sanday, Orkney / Fulham, London (June '05 - Nov '05)


Turn static files into dynamic content formats.

Create a flipbook
Vir HAYAGRIVA by ScoresOnDemand - Issuu